A resonant simulation of a monochromatic periodic wave runup onto a plane beach. For more details, please, consult our corresponding publication (accepted to…
Video Rating: 5 / 5
A resonant simulation of a monochromatic periodic wave runup onto a plane beach. For more details, please, consult our corresponding publication (accepted to…
Video Rating: 5 / 5
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@dutykh =HE SAYIN ABOUT U DEALIN WITH NOTHING AND IN REAL LIFE RESONANCE
BECOMING NOT ON EACH WAVE MAYBE THROUGH 4-10 AND U SHOULD SIT ON SEA SHORE
AND LOOKUP MORE FOR REAL WAVES’ MOVEMENT
=HMMMMMMMM =MODEL OF COURSE INTERESTING BUT HOW TO USE THOSE RESULTS ON
PRACTICE IS MOSTLY GENERAL QUESTION =TO FOR EXAMPLE PRESUME WHERE TSUNAMI
WILL B MORE DANGEROUS AND WHERE NOT AND WHAT MUST TO B DONE TO REDUCE
TSUNAMI’S POWER =STILL THAT MODEL SAYING ABOUT NOTHING
@lookang What do you mean the simulation ? This animation was obtained ‘in
silico’ as a result of a numerical simulation.
@trich0m0nada Thanks a lot for your comments. You seem to have sharp ideas
about the run-up process. Why not to try to publish them?
thanks. is the simulation available too?
@lookang Ok, I see now what you mean. Actually, we didn’t share these
Matlab scripts. The main reason is that the run-up technology is well
mastered among the finite volume community. Our main contribution is rather
in pointing out a new physical effect than in the algorithmic part.
@trich0m0nada =ВБШМММММ=ЛУЧБ ДУМЛИИИИИИИИИ=КАК БОРОЦЦА=А НЕ ЕТО=……..
@trich0m0nada =ИДЕАЛНАА МОДЕЛЬ =КНЧНА
ЖЕЕЕЕЕЕЕЕ=………………………..=СЛБЕЕ =НО УСОЖЕЕЕЕЕЕЕЕЕЕЕЕЕЕ =ПО
КРЙНЕЙ МЕРЕ ЕСЬ ЕССЬ ККИЕНИТ СПОСБЫ УМНШИТЬ РЕЗАНАНС ТОООО МОНА ПРГНЗИРВВАТ
ГДЕ ЖЕ ОПАСНАСТ ЦУНАМИ БУТ МНШШШШ ГДЕ=БЛШШШШШ =И ШО МОНА ЕСЬ МОНА ШОБ
ПБЕДИТЬЬ ЦУНАМИ=…………….
Is the file in silco shared ? Sharing the simulation in silco enhance your
reach to audience , supports the academic paper and improves your
hypothesis 🙂 For your consideration
блин, пару лет по изучают еще и поймут, что за каждый раз откат она не
сможет увеличиться, потому что частота скатывающихся волн всегда ниже
частоты самих волн. Эффект резонанса получается только на каждой 4-10
волне. Поэтому в реальной жизни цунами такими высокими не бывают. Пусть еще
моделируют и на берегу посидят дольше!